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期刊列表
Journal of Computational and Applied Mathematics
Volume 352
Journal of Computational and Applied Mathematics
(JACM)
-
Volume 352
论文列表
点击这里查看 Journal of Computational and Applied Mathematics 的JCR分区、影响因子等信息
卷期号:
Volume 352
发布时间:
15 May 2019
卷期年份:
2019
卷期官网:
https://www.sciencedirect.com/journal/journal-of-computational-and-applied-mathematics/vol/352/suppl/C
本期论文列表
Editorial Board
原文链接
谷歌学术
必应学术
百度学术
Finite element modeling of a multi-physics poro-elastic problem in multiscale media
原文链接
谷歌学术
必应学术
百度学术
General efficient class of Steffensen type methods with memory for solving systems of nonlinear equations
原文链接
谷歌学术
必应学术
百度学术
Modelling the propagation of electromagnetic waves across complex metamaterials in closed structures
原文链接
谷歌学术
必应学术
百度学术
An efficient method for approximate solution of a singular integral equation with Cauchy kernel
原文链接
谷歌学术
必应学术
百度学术
Dynamical behavior of integro-differential boundary value problem arising in nano-structures via Cellular Nanoscale Network approach
原文链接
谷歌学术
必应学术
百度学术
On the uniqueness of the positive Z-eigenvector for nonnegative tensors
原文链接
谷歌学术
必应学术
百度学术
Passivity-based synchronization of Markovian jump complex dynamical networks with time-varying delays, parameter uncertainties, reaction–diffusion terms, and sampled-data control
原文链接
谷歌学术
必应学术
百度学术
Iterative criteria for identifying strong H-tensors
原文链接
谷歌学术
必应学术
百度学术
Can coercive formulations lead to fast and accurate solution of the Helmholtz equation?
原文链接
谷歌学术
必应学术
百度学术
Recovering the electrical conductivity of the soil via a linear integral model
原文链接
谷歌学术
必应学术
百度学术
An adaptive subdivision method for root finding of univariate polynomials
原文链接
谷歌学术
必应学术
百度学术
Some new results for the transmuted generalized gamma distribution
原文链接
谷歌学术
必应学术
百度学术
A nonstationary accelerating alternating direction method for frame-based Poissonian image deblurring
原文链接
谷歌学术
必应学术
百度学术
An iterative spatial-stepping numerical method for linear elliptic PDEs using the Unified Transform
原文链接
谷歌学术
必应学术
百度学术
Recovery analysis for weighted mixed ℓ2∕ℓp minimization with 0
原文链接
谷歌学术
必应学术
百度学术
Parameter-uniform convergence of a numerical method for a coupled system of singularly perturbed semilinear reaction–diffusion equations with boundary and interior layers
原文链接
谷歌学术
必应学术
百度学术
Rational minimal-twist motions on curves with rotation-minimizing Euler–Rodrigues frames
原文链接
谷歌学术
必应学术
百度学术
Reliability evaluation of a system under a mixed shock model
原文链接
谷歌学术
必应学术
百度学术
A note on preconditioning methods for time-periodic eddy current optimal control problems
原文链接
谷歌学术
必应学术
百度学术
Spatiotemporal interpolation through an extension of differential evolution algorithm for agricultural insurance claims
原文链接
谷歌学术
必应学术
百度学术
High accuracy least-squares solutions of nonlinear differential equations
原文链接
谷歌学术
必应学术
百度学术
Greedy subspace pursuit for joint sparse recovery
原文链接
谷歌学术
必应学术
百度学术
Circulant preconditioners for functions of Hermitian Toeplitz matrices
原文链接
谷歌学术
必应学术
百度学术
Exponential integrators preserving local conservation laws of PDEs with time-dependent damping/driving forces
原文链接
谷歌学术
必应学术
百度学术
Iterative algorithm for solving a class of convex feasibility problem
原文链接
谷歌学术
必应学术
百度学术
An MHSS-like iteration method for two-by-two linear systems with application to FDE optimization problems
原文链接
谷歌学术
必应学术
百度学术
Infeasible interior-point algorithms based on sampling average approximations for a class of stochastic complementarity problems and their applications
原文链接
谷歌学术
必应学术
百度学术
Recursive dynamics in a class of systems on q-timescales with unbounded delays
原文链接
谷歌学术
必应学术
百度学术
Optimal convergence rates for semidiscrete finite element approximations of linear space-fractional partial differential equations under minimal regularity assumptions
原文链接
谷歌学术
必应学术
百度学术
A block product preconditioner for saddle point problems
原文链接
谷歌学术
必应学术
百度学术
Numerical methods and analysis for a multi-term time–space variable-order fractional advection–diffusion equations and applications
原文链接
谷歌学术
必应学术
百度学术
Solution of weakly singular fractional integro-differential equations by using a new operational approach
原文链接
谷歌学术
必应学术
百度学术
Corrigendum to “Affine matrix rank minimization problem via non-convex fraction function penalty” [J. Comput. Appl. Math. 336 (2018) 353–374]
原文链接
谷歌学术
必应学术
百度学术